
- Graphs of Absolute Value Equations - Socratic- Questions How do you graph absolute value equations on a coordinate plane? How do you create a table of values for an absolute value equation? How do you know which x values to choose … 
- How do you solve and graph abs (2c-1)<=7? | Socratic- Explanation: # | 2c-1 | \le7 # Consider a general inequality with the absolute value: # | f (x) | \le a # By definition this is equivalent to solving the following inequalities: #f (x) \ le a # and #f (x) \ ge … 
- How do you graph # f (x)=x^2+2#? - Socratic- So, #f (x)# is a concave up parabola and has an absolute minimum value of #2# at #x=0#. The graph of #f (x)# is ahown below. 
- How do you graph the inequality x >5 or x <-2? | Socratic- How do you graph the inequality x> 5 or x <− 2? Algebra Linear Inequalities and Absolute Value Multi-Step Inequalities 
- Question #9ff5f - Socratic- Question #9ff5f Algebra Linear Inequalities and Absolute Value Multi-Step Inequalities 
- How do you write #y = -2|x-4|+4# as a piecewise function? - Socratic- The piecewise function is y= { (-2x+12 if x>=4), (2x-4 if x<4):} The function is y=-2|x-4|+4 x-4>=0, =>, x>=4 Therefore, y=-2|x-4|+4= { (-2 (x-4)+4 if x>=4), (-2 ... 
- Answers edited by Alan N. - Socratic- How do you graph #f (x)= (x^2-4)^2# using the information given by the first derivative? John can finish a job in 8 hours whereas Sally only needs 5 finish the job. How quickly can they finish … 
- Question #810fc - Socratic- Mar 25, 2016 · The action taking place is that you are looking at a standard graph of #tan (x)# and noting the y value on that graph for #2x#. You are then going back to the graph you are … 
- Question #9b866 - Socratic- Forces (a) and (b) nullify each other because they are equal in absolute value and act in opposite directions, so a bicyclist moves forward as a result of force (c). On a curve a bicyclist turns the … 
- By applying the rules for natural logarithms, how could 2ln|x| be ...- ln(x^2) Apply the power rule for logarithms 2ln|x|=ln(|x|^2) As we know, the square of a positive or negative number is always positive, so |x|^2=x^2 and the answer becomes ln(x^2).